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#27 by Michel Marcus at Tue Aug 31 04:37:08 EDT 2021
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#26 by Joerg Arndt at Tue Aug 31 02:46:09 EDT 2021
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#25 by Michel Marcus at Tue Aug 31 00:47:13 EDT 2021
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#24 by Michel Marcus at Tue Aug 31 00:47:09 EDT 2021
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| NAME
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Unitary Sociablesociable Numbersnumbers of order six.
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| STATUS
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proposed
editing
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#23 by Jon E. Schoenfield at Mon Aug 30 23:09:59 EDT 2021
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#22 by Jon E. Schoenfield at Mon Aug 30 23:09:57 EDT 2021
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| COMMENTS
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Note that the first 6 terms and the next 6 terms form two sociable groups. But then the 12 next 12 terms belong to two distinct sociable groups.
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| STATUS
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approved
editing
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#21 by Bruno Berselli at Tue Oct 02 06:32:15 EDT 2018
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#20 by Michel Marcus at Tue Oct 02 05:46:40 EDT 2018
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#19 by David A. Corneth at Tue Oct 02 05:38:40 EDT 2018
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Note that the first 6 terms and the next 6 terms form two sociable groups. But then the 12 next terms belong to two distinct sociable groups. - _David A. Corneth_, Oct 01 2018.
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Discussion
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| Tue Oct 02
| 05:40
| David A. Corneth: I thought I wrote more comments, merely a rush-move when I removed mine, sorry. I found out via you about the files after I did my search, which is why I made my comment.
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| 05:46
| Michel Marcus: ok, fine; let's submit for review
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#18 by David A. Corneth at Tue Oct 02 05:08:44 EDT 2018
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| COMMENTS
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Note that the first 6 terms and the next 6 terms form two sociable groups. But then the 12 next terms belong to two distinct sociable groups.. - _David A. Corneth_, Oct 01 2018
If in a cycle at least 1 term is of the form 36k + 18 then a(25) > 5*10^9 - David A. Corneth, Oct 01 2018
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Discussion
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| Tue Oct 02
| 05:09
| David A. Corneth: That might not even be needed as a(25) is known.
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| 05:21
| Michel Marcus: Yes, this is why I did not understand your comment
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| 05:21
| Michel Marcus: But why did you sign my comment ?
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